Boolean asynchronous systems vs. Daizhan Cheng’s theory

Vlad Serban
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Abstract

The theory of Daizhan Cheng [1] replaces B={0,1} with D={(1/0),(0/1)} and Boolean functions with logical matrices. Interesting and very important algebraical opportunities result, which can be used in systems theory. Our purpose is to give a hint on the theory of Cheng and its application to asynchronicity.
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布尔异步系统与成代展理论
代展成理论[1]用D={(1/0),(0/1)}代替B={0,1},用逻辑矩阵代替布尔函数。这是一个有趣而重要的代数机会结果,可以用于系统理论。本文的目的是对“程”理论及其在异步性中的应用提供一些提示。
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